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Question 1 Report
Use the table to answer the following questions:
| Quantity of yams(kg) | Total Revenue (TR) | Marginal Revenue (MR) | Total Cost (TC) | Marginal Cost (MC) |
| N | N | N | N | |
| 0 | 0 | - | 5 | - |
| 1 | 9 | 9 | 8 | 3 |
| 2 | 18 | 9 | 6 | T |
| 3 | 24 | 6 | 21 | 5 |
| 4 | 28 | Q | 25 | 4 |
| 5 | 30 | 2 | 25 | U |
| 6 | P | 1 | 25 | 0 |
| 7 | 28 | -3 | S | 1 |
| 8 | 24 | R | 24 | -2 |
(a) Complete the table by calculating the missing figures P,Q,R,S,T,U.
(b)At what out-put is profit maximized?
(c) Calculate the profit when quantity sold is 5.
(d) At what output does MC begin to rise?
(a) Completed table
| Quantity of yams (kg) | Total Revenue, TR (₦) | Marginal Revenue, MR (₦) | Total Cost, TC (₦) | Marginal Cost, MC (₦) | Profit, TR − TC (₦) |
|---|---|---|---|---|---|
| 0 | 0 | – | 5 | – | −5 |
| 1 | 9 | 9 | 8 | 3 | 1 |
| 2 | 18 | 9 | 16 | 8 | 2 |
| 3 | 24 | 6 | 21 | 5 | 3 |
| 4 | 28 | 4 | 25 | 4 | 3 |
| 5 | 30 | 2 | 25 | 0 | 5 |
| 6 | 31 | 1 | 25 | 0 | 6 |
| 7 | 28 | −3 | 26 | 1 | 2 |
| 8 | 24 | −4 | 24 | −2 | 0 |
Thus, P = ₦31, Q = ₦4, R = −₦4, S = ₦26, T = ₦8 and U = ₦0.
Working:
\(P = 30 + 1 = \text{₦}31\)
\(Q = 28 - 24 = \text{₦}4\)
\(R = 24 - 28 = -\text{₦}4\)
\(S = 25 + 1 = \text{₦}26\)
\(T = 16 - 8 = \text{₦}8\)
\(U = 25 - 25 = \text{₦}0\)
(b) Profit is maximized at an output of 6 kg of yams, where profit is \(\text{₦}31 - \text{₦}25 = \text{₦}6\).
(c) At 5 kg output:
\[\text{Profit} = TR - TC = \text{₦}30 - \text{₦}25 = \text{₦}5.\]
(d) MC begins to rise at an output of 7 kg, increasing from ₦0 at 6 kg to ₦1 at 7 kg.
Answer Details
(a) Completed table
| Quantity of yams (kg) | Total Revenue, TR (₦) | Marginal Revenue, MR (₦) | Total Cost, TC (₦) | Marginal Cost, MC (₦) | Profit, TR − TC (₦) |
|---|---|---|---|---|---|
| 0 | 0 | – | 5 | – | −5 |
| 1 | 9 | 9 | 8 | 3 | 1 |
| 2 | 18 | 9 | 16 | 8 | 2 |
| 3 | 24 | 6 | 21 | 5 | 3 |
| 4 | 28 | 4 | 25 | 4 | 3 |
| 5 | 30 | 2 | 25 | 0 | 5 |
| 6 | 31 | 1 | 25 | 0 | 6 |
| 7 | 28 | −3 | 26 | 1 | 2 |
| 8 | 24 | −4 | 24 | −2 | 0 |
Thus, P = ₦31, Q = ₦4, R = −₦4, S = ₦26, T = ₦8 and U = ₦0.
Working:
\(P = 30 + 1 = \text{₦}31\)
\(Q = 28 - 24 = \text{₦}4\)
\(R = 24 - 28 = -\text{₦}4\)
\(S = 25 + 1 = \text{₦}26\)
\(T = 16 - 8 = \text{₦}8\)
\(U = 25 - 25 = \text{₦}0\)
(b) Profit is maximized at an output of 6 kg of yams, where profit is \(\text{₦}31 - \text{₦}25 = \text{₦}6\).
(c) At 5 kg output:
\[\text{Profit} = TR - TC = \text{₦}30 - \text{₦}25 = \text{₦}5.\]
(d) MC begins to rise at an output of 7 kg, increasing from ₦0 at 6 kg to ₦1 at 7 kg.
Question 2 Report
(a) Explain the term opportunity cost.
(b) Highlight the relevance of the opportunity cost concept to individuals, firms and government.
(a) Opportunity cost is the real cost of a choice measured in terms of the next best alternative that is given up when that choice is made. Because human wants are unlimited while the resources to satisfy them are scarce, every decision to use resources for one purpose means sacrificing another purpose. For example, if a farmer uses a plot of land to grow maize, the opportunity cost is the yam he could have grown on the same land instead.
(b) Relevance of the concept.
To the individual:
To the firm:
To the government:
In every case the concept promotes rational decision-making by making the decision-maker compare what is gained against what is sacrificed.
Answer Details
(a) Opportunity cost is the real cost of a choice measured in terms of the next best alternative that is given up when that choice is made. Because human wants are unlimited while the resources to satisfy them are scarce, every decision to use resources for one purpose means sacrificing another purpose. For example, if a farmer uses a plot of land to grow maize, the opportunity cost is the yam he could have grown on the same land instead.
(b) Relevance of the concept.
To the individual:
To the firm:
To the government:
In every case the concept promotes rational decision-making by making the decision-maker compare what is gained against what is sacrificed.
Question 3 Report
What is money? Why do people prefer to hold money?
Money is anything that is generally acceptable as a means of payment for goods and services and in the settlement of debts. To perform this role well it acts as a medium of exchange, a measure of value, a store of value and a standard for deferred payments.
Why people prefer to hold money (liquidity preference). According to Keynes, people demand to hold money in cash rather than in other assets for three main motives:
In addition, money is preferred because it is the most liquid of all assets: it can be used immediately without loss of value or delay in converting it into other things.
Answer Details
Money is anything that is generally acceptable as a means of payment for goods and services and in the settlement of debts. To perform this role well it acts as a medium of exchange, a measure of value, a store of value and a standard for deferred payments.
Why people prefer to hold money (liquidity preference). According to Keynes, people demand to hold money in cash rather than in other assets for three main motives:
In addition, money is preferred because it is the most liquid of all assets: it can be used immediately without loss of value or delay in converting it into other things.
Question 4 Report
The data here shows an hypothetical age distribution of the population of a town in Nigeria.
| Sex | Age in years | ||||
| 10 and below | 11-14 | 15-3 | 36 - 64 | 65 and above | |
| Male | 1350 | 2275 | 1135 | Y | 3250 |
| Female | 2650 | 2725 | 1365 | 4265 | Z |
| Total | 4000 | X | 2500 | 7500 | 6000 |
From this data, calculate:
(a) X, Y, Z.
(b) The total population of the town.
(c) The difference be-tween the population of male and female aged 14 and below.
(d) The percentage of the population aged 14 and below.
(e) The dependency ratio in the town.
Each column must add up to its total, so the missing figures are found by subtraction.
(a)
\(X=\) the 11-14 total \(=2{,}275+2{,}725=5{,}000\).
\(Y=\) males aged 36-64 \(=7{,}500-4{,}265=3{,}235\).
\(Z=\) females aged 65 and above \(=6{,}000-3{,}250=2{,}750\).
| Sex | 10 and below | 11-14 | 15-35 | 36-64 | 65 and above |
|---|---|---|---|---|---|
| Male | 1,350 | 2,275 | 1,135 | 3,235 | 3,250 |
| Female | 2,650 | 2,725 | 1,365 | 4,265 | 2,750 |
| Total | 4,000 | 5,000 | 2,500 | 7,500 | 6,000 |
(b) Total population \(=4{,}000+5{,}000+2{,}500+7{,}500+6{,}000=25{,}000\).
(c) Aged 14 and below: males \(=1{,}350+2{,}275=3{,}625\); females \(=2{,}650+2{,}725=5{,}375\). Difference \(=5{,}375-3{,}625=1{,}750\) (there are 1,750 more females).
(d) Percentage aged 14 and below \(=\dfrac{3{,}625+5{,}375}{25{,}000}\times100=\dfrac{9{,}000}{25{,}000}\times100=36\%\).
(e) Dependants are those aged 14 and below (9,000) and 65 and above (6,000), a total of 15,000; the working group (15-64) is \(2{,}500+7{,}500=10{,}000\). Dependency ratio \(=\dfrac{15{,}000}{10{,}000}=1.5\) (that is 150%, or 3 dependants to every 2 workers).
Answer Details
Each column must add up to its total, so the missing figures are found by subtraction.
(a)
\(X=\) the 11-14 total \(=2{,}275+2{,}725=5{,}000\).
\(Y=\) males aged 36-64 \(=7{,}500-4{,}265=3{,}235\).
\(Z=\) females aged 65 and above \(=6{,}000-3{,}250=2{,}750\).
| Sex | 10 and below | 11-14 | 15-35 | 36-64 | 65 and above |
|---|---|---|---|---|---|
| Male | 1,350 | 2,275 | 1,135 | 3,235 | 3,250 |
| Female | 2,650 | 2,725 | 1,365 | 4,265 | 2,750 |
| Total | 4,000 | 5,000 | 2,500 | 7,500 | 6,000 |
(b) Total population \(=4{,}000+5{,}000+2{,}500+7{,}500+6{,}000=25{,}000\).
(c) Aged 14 and below: males \(=1{,}350+2{,}275=3{,}625\); females \(=2{,}650+2{,}725=5{,}375\). Difference \(=5{,}375-3{,}625=1{,}750\) (there are 1,750 more females).
(d) Percentage aged 14 and below \(=\dfrac{3{,}625+5{,}375}{25{,}000}\times100=\dfrac{9{,}000}{25{,}000}\times100=36\%\).
(e) Dependants are those aged 14 and below (9,000) and 65 and above (6,000), a total of 15,000; the working group (15-64) is \(2{,}500+7{,}500=10{,}000\). Dependency ratio \(=\dfrac{15{,}000}{10{,}000}=1.5\) (that is 150%, or 3 dependants to every 2 workers).
Question 5 Report
Explain any five reasons why a joint stock company is preferable to a one-man business.
A joint stock company is a business owned by many shareholders whose capital is divided into transferable shares and which has a separate legal existence from its owners, while a one-man business (sole proprietorship) is owned and run by a single person. The company is preferable for the following reasons:
Any five, well explained, complete the answer.
Answer Details
A joint stock company is a business owned by many shareholders whose capital is divided into transferable shares and which has a separate legal existence from its owners, while a one-man business (sole proprietorship) is owned and run by a single person. The company is preferable for the following reasons:
Any five, well explained, complete the answer.
Question 6 Report
With the aid of a diagram, explain the super-normal profit of a monopolist.
Super-normal profit of a monopolist is earned when the price charged is greater than the average cost of producing the equilibrium output.
A monopolist is in equilibrium at point E, where marginal cost equals marginal revenue, that is, \(MC=MR\). The equilibrium output is \(OQ\), obtained by dropping a perpendicular from E to the output axis.
At output \(OQ\), the monopolist fixes the price at \(OP\), as shown by point P on the average revenue (demand) curve. The average cost of producing this output is \(OC\), shown by point C on the AC curve.
Since \(OP>OC\), the firm earns super-normal profit per unit equal to:
\[OP-OC=PC\]
Therefore, total super-normal profit is:
\[\text{Super-normal profit}= (OP-OC)\times OQ=PC\times OQ\]
It is represented by the shaded rectangle PCBA. Total revenue is \(OP\times OQ\), while total cost is \(OC\times OQ\). Thus:
\[\text{Profit}=\text{Total Revenue}-\text{Total Cost}=(OP\times OQ)-(OC\times OQ).\]
Answer Details
Super-normal profit of a monopolist is earned when the price charged is greater than the average cost of producing the equilibrium output.
A monopolist is in equilibrium at point E, where marginal cost equals marginal revenue, that is, \(MC=MR\). The equilibrium output is \(OQ\), obtained by dropping a perpendicular from E to the output axis.
At output \(OQ\), the monopolist fixes the price at \(OP\), as shown by point P on the average revenue (demand) curve. The average cost of producing this output is \(OC\), shown by point C on the AC curve.
Since \(OP>OC\), the firm earns super-normal profit per unit equal to:
\[OP-OC=PC\]
Therefore, total super-normal profit is:
\[\text{Super-normal profit}= (OP-OC)\times OQ=PC\times OQ\]
It is represented by the shaded rectangle PCBA. Total revenue is \(OP\times OQ\), while total cost is \(OC\times OQ\). Thus:
\[\text{Profit}=\text{Total Revenue}-\text{Total Cost}=(OP\times OQ)-(OC\times OQ).\]
Question 7 Report
Describe any five problems of distribution in Nigeria.
Distribution is the movement of goods and services from producers to final consumers. In Nigeria this process faces several problems:
Any five of the above, each clearly explained, gives a complete answer.
Answer Details
Distribution is the movement of goods and services from producers to final consumers. In Nigeria this process faces several problems:
Any five of the above, each clearly explained, gives a complete answer.
Question 8 Report
State any three positive and any two negative effects of petroleum industry on the economy of Nigeria.
The petroleum industry is central to Nigeria's economy and has both positive and negative effects.
Positive effects (any three):
Negative effects (any two):
Answer Details
The petroleum industry is central to Nigeria's economy and has both positive and negative effects.
Positive effects (any three):
Negative effects (any two):
Question 9 Report
(a) Define population census.
(b) State the implications of
(i) optimum population.
(ii) over- population.
(a) Population census is the official counting of all the people living in a country at a particular point in time, together with the collection of information about them such as age, sex, occupation, religion and location.
(b)(i) Implications of optimum population. Optimum population is the population size that, given the available resources and technology, produces the highest output per head. Its implications are:
(b)(ii) Implications of over-population. Over-population exists when the population is larger than the resources can support, so output per head falls. Its implications are:
Answer Details
(a) Population census is the official counting of all the people living in a country at a particular point in time, together with the collection of information about them such as age, sex, occupation, religion and location.
(b)(i) Implications of optimum population. Optimum population is the population size that, given the available resources and technology, produces the highest output per head. Its implications are:
(b)(ii) Implications of over-population. Over-population exists when the population is larger than the resources can support, so output per head falls. Its implications are:
Question 10 Report
(a) Define the term Balance of Payments.
(b) What are its main components?
(a) Balance of Payments (BOP) is a systematic record of all economic and financial transactions between the residents of a country and the rest of the world over a given period, usually one year. It shows total receipts (inflows) against total payments (outflows) of foreign exchange.
(b) Main components.
By definition the overall balance of payments always balances because any deficit or surplus on current and capital accounts is offset by movements in official reserves.
Answer Details
(a) Balance of Payments (BOP) is a systematic record of all economic and financial transactions between the residents of a country and the rest of the world over a given period, usually one year. It shows total receipts (inflows) against total payments (outflows) of foreign exchange.
(b) Main components.
By definition the overall balance of payments always balances because any deficit or surplus on current and capital accounts is offset by movements in official reserves.
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